Practicing Success
The integrating factor of the differential equation (dy/dx) + 2y = sinx is- |
e4x e5x -e4x e2x |
e2x |
The given differential equation is (dy/dx) + 2y = sinx This equation is of the form dy/dx +py =Q (where p= 2 and Q = sin x) Now, I.F. = e∫pdx so, I.F. = e∫2dx hence I.F. = e2x |